Cette rubrique fournit chaque mois un panorama des principales données de l’économie française et une comparaison avec plusieurs autres pays européens.
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)
En plus du tableau comparatif, qui présente les chiffres clés de chaque économie étudiée (France, zone euro, Allemagne, Italie, Espagne, Pays-Bas, Belgique et Royaume-Uni), d’autres tableaux synthétiques d’indicateurs viennent enrichir la comparaison (version pdf) :
• Données relatives à la population, à l’emploi et au marché du travail : nombre d’habitants, taux de chômage, taux d’activité, âge légal de départ à la retraite, salaire mensuel minimum, durée effective du travail, etc. Les données publiées sont fournies par la Commission européenne (Eurostat, AMECO), l’Insee (France), l’OCDE, l’ONS (Royaume-Uni).
• Données relatives à l’activité par secteur : services marchands et non marchands, industrie (secteur de l’énergie et secteur manufacturier, hors construction), consommation privée, investissement des entreprises (formation brute de capital fixe du secteur privé hors logement), exportations de biens et services. Les données sont celles de la comptabilité nationale en base 2015. Elles sont fournies par la Commission européenne (Eurostat et AMECO), l’Insee (France), l’OCDE.
• Données relatives aux administrations publiques : solde financier, dépenses totales, charges d’intérêt, dette publique (au sens de Maastricht, dette consolidée de l’ensemble des administrations publiques). Elles sont fournies par la Commission européenne (Eurostat) et l’Insee.
• Données relatives aux comptes extérieurs de chaque pays étudié. Elles sont fournies par la Commission européenne (Eurostat) et les banques centrales.
• Données relatives à l’inflation (prix à la consommation harmonisés par Eurostat), au crédit (ménages et aux entreprises) et à l’évolution des taux d’intérêt au niveau national. Données fournies par la Commission européenne. (Eurostat) et les banques centrales.
• Données relatives aux comptes des sociétés non financières fournies par Eurostat (salaires, traitements bruts, cotisations sociales, l’excédent brut d’exploitation, le revenu disponible brut la formation brute de capital, taux d’autofinancement.
• Données relatives aux comptes des ménages : PIB par tête, taux de chômage harmonisé, consommation, crédit, épargne brute, revenu disponible, déflateur de la consommation privée. Données Eurostat et ONS.